On Jul 4, 2005, at 6:31 AM, Uzuner, Tolga wrote:
> Dear R Developers,
>
> A recommendation for future development.
>
> It would help if R scripts could be compiled into an executable, or
> a library. Speed is the main issue (I run a large scale monte carlo
> in R which is very slow). However,
Hi,
I've just about got myself transferred from windowsXP to Linux (Mepis
3.3.1-1). I've got R 2.1.1, emacs, and ess running from the debian
repositories. Of course, there is a hitch. I have a bit of C code in one
of my personal functions. I have, apparently without problem, been able
to compi
Summary:
When I use method="wget" with download.file(), I consistently get
a download of the entire file. When I use method="internal", I
infrequently get the entire file, but usually get only part of the file. This
behavior occurs with .cdf (a weather file format - basically binary)
from a UCAR
Around line 527 of configure.ac in R-2.1.1 appears the following:
darwin*)
## MacOS 10.3 and 10.4 do
AM_CONDITIONAL(BUILD_DLFCN_DARWIN, false)
## SI says we want '-lcc_dynamic' on Darwin, although currently
## http://developer.apple.com /documentation/MacOSX/ has nothing
Just noticed nobody has commented on this, so I took a look, and I can't
see the problem (2.1.0 looks the same as 2.1.1 to me). What is supposed
to be wrong?
Duncan Murdoch
On 5/23/2005 2:35 PM, [EMAIL PROTECTED] wrote:
> Full_Name: Carl Pelz
> Version: 2.1.0 & 2.0.1
> OS: Windows 2000
> Submi
Both z_cos() and z_sin() are defined as static functions in complex.c,
so they don't appear in the header files.
It would be simple to copy the source code for both functions into your
own code.
-- Conrad
Robin Hankin wrote:
>Hi
>
>I have been looking at complex.c and want to access z_cos() a
On 7/5/05, Gilles GUILLOT <[EMAIL PROTECTED]> wrote:
> Hi all,
>
> I'm working out some Fortran code for which
> I want to compute the Choleski decomposition of a covariance matrix
> in Fortran.
>
> I tried to do it by two methods :
>
> 1) Calling the lapack function DPOTRF.
> I can see the sour
[EMAIL PROTECTED] wrote:
> There is still issues with the reversed y-log scale plot:
>
> # Test case A: works as expected
> plot(10:100,log="y",ylim=c(100,11))
> grid()
> par("yaxp")
>
> # Test case B: grid does not have horizontal lines; par("yaxp") is
> different
> plot(1:100,log="y",ylim=c(1
Hi all,
I'm working out some Fortran code for which
I want to compute the Choleski decomposition of a covariance matrix
in Fortran.
I tried to do it by two methods :
1) Calling the lapack function DPOTRF.
I can see the source code and check that my call is correct,
but it does not compile with:
We just launched the Epi-package for R.
It contains some functions which are not particular to epidemiology,
and which you may consider moving to base/stats/graphics.
They are:
nice()- an extension for pretty() with some improved control for
log-axes.
Relevel() - extension of rel
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